(ab)^i=a^i.b^i for three consecutive integers of i, then show G is abelian.

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(ab)^i = a^i*b^i for 3 consecutive integers G is abelian. | (ab)^i = a^i*b^i for 3 consecutive integers G is abelian. |
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Theorem 7| if (ab)^i= a^i b^i for three consecutive integers then G is Abelian| | B.Sc, JAM, CSIR Theorem 7| if (ab)^i= a^i b^i for three consecutive integers then G is Abelian| | B.Sc, JAM, CSIR
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